Nazwa potwora: Diabelski Pomiot
Poziom skryptu, profesja: 65 Mag
Potrzebne zdolności:
- Leczenie 3
- Leczenie 2
- Normalizacja
Potrzebne zaklęcia:
- Ogień 3
- Lód 3
- Wiatr 3
- Ziemia 3
Potrzebne uzbrojenie i gemy:
- Rózga: Koralowa różdżka/Różdżka Pośpiechu
- Hełm: Górniczy Hełm/ Pajęczy Hełm
- Zbroja: Pajęcza zbroja
- Buty: Pajęcze Buty
- Dodatek: Pajęczy Wisiorek/Pierścień Kalvadora/Perłowe Spinki
- Gemy: Gem obrony, gem szybkości, gem ataku magicznego
- opcjonalnie ametyst, Granat, szafir(na harpie)
Potrzebne statystyki:
* podany atak magiczny jest wymagany gdy bijemy 3x harpie i chcemy aby harpia była na 2 hity
Nazwa Baza EQ+Gemy HP 133 2360-2600 MP 66 187 Atak magiczny 153 288* Obrona 82 288** Obrona magiczna 82 117 Szczęście 59 117 Szybkość 165 204***
**wiadomo im więcej tym lepiej
*** szybkości jest ważna, nie może być za duża gdyż na naszym dublu Pomiot może nadać status paraliż. W podanej wartości co jakiś czas dublujemy
Atrybuty:
najlepiej wyrównane atrybuty wiatru i ziemi
SkryptKod: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
Odnówki w używane w ostateczności
Skrypt v2
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